Wind Load Model and Response Spectra of Overbridges Subjected to Train-Induced Wind Loads

IF 3 3区 工程技术 Q2 ENGINEERING, CIVIL
Wei Li, Bo Chen
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引用次数: 0

Abstract

The vibration of pedestrian overbridges due to train-induced wind loads (TIWLs) during the passage of a high-speed train threatens the overbridge safety and causes pedestrian discomfort. To incorporate the structural dynamic magnification effect on overbridges under TIWLs in the design process, a framework to calculate the structural dynamic response, equivalent static TIWLs and response spectra of overbridges is established. A new simplified TIWL model with a “three-segment” wind pressure time history described by harmonic functions is proposed. This model facilitates the acquisition of analytical solutions for the structural dynamic response, streamlining the analysis process. The dynamic response and equivalent static TIWLs based on dynamic magnification factors (DMFs) of overbridges are obtained from the analytical method. The DMFs are primarily affected by the structural natural frequency and the characteristic frequency of TIWLs. Furthermore, based on the analytical solution of the overbridge dynamic response, parametric analysis is performed, and the response spectra representing the dynamic displacement and acceleration of overbridges are developed. The response spectra can be used to quickly calculate the displacement, internal force, and acceleration of the overbridges during engineering applications, which is more convenient but slightly less accurate than the analytical method.
受列车风荷载影响的天桥的风荷载模型和响应谱
高速列车通过时,列车引起的风荷载(TIWLs)会导致人行天桥振动,威胁天桥安全并引起行人不适。为了在设计过程中考虑 TIWL 对天桥的结构动态放大效应,建立了一个计算天桥结构动态响应、等效静态 TIWL 和响应谱的框架。提出了一种新的简化 TIWL 模型,该模型采用谐函数描述的 "三段式 "风压时间历程。该模型有助于获得结构动态响应的解析解,从而简化分析过程。通过分析方法可获得动态响应和基于天桥动态放大系数(DMF)的等效静态 TIWL。DMFs 主要受结构固有频率和 TIWL 特性频率的影响。此外,基于天桥动态响应的解析解,还进行了参数分析,并建立了代表天桥动态位移和加速度的响应谱。响应谱可用于在工程应用中快速计算天桥的位移、内力和加速度,与解析法相比更加方便,但准确性稍差。
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来源期刊
CiteScore
5.30
自引率
38.90%
发文量
291
审稿时长
4 months
期刊介绍: The aim of this journal is to provide a unique forum for the publication and rapid dissemination of original research on stability and dynamics of structures. Papers that deal with conventional land-based structures, aerospace structures, marine structures, as well as biostructures and micro- and nano-structures are considered. Papers devoted to all aspects of structural stability and dynamics (both transient and vibration response), ranging from mathematical formulations, novel methods of solutions, to experimental investigations and practical applications in civil, mechanical, aerospace, marine, bio- and nano-engineering will be published. The important subjects of structural stability and structural dynamics are placed together in this journal because they share somewhat fundamental elements. In recognition of the considerable research interests and recent proliferation of papers in these subjects, it is hoped that the journal may help bring together papers focused on related subjects, including the state-of-the-art surveys, so as to provide a more effective medium for disseminating the latest developments to researchers and engineers. This journal features a section for technical notes that allows researchers to publish their initial findings or new ideas more speedily. Discussions of papers and concepts will also be published so that researchers can have a vibrant and timely communication with others.
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